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Mean Arterial Pressure (MAP): The DBP + ⅓(SBP − DBP) Estimate

MAP estimates the average perfusion pressure across the cardiac cycle — MAP = DBP + ⅓(SBP − DBP). The formula, why diastole is weighted, a worked example, and pediatric norm caveats.

Run it: Mean Arterial Pressure (MAP).

What it is

Mean arterial pressure (MAP) is the average blood pressure in the arteries over a single cardiac cycle. It is the pressure that actually drives perfusion to organs, which is why it — rather than systolic pressure alone — underpins targets for cerebral perfusion pressure and shock resuscitation. Because the heart spends roughly two-thirds of the cycle in diastole at normal rates, MAP sits closer to the diastolic than the systolic value.

The formula

MAP = DBP + ⅓ × (SBP − DBP)

The term (SBP − DBP) is the pulse pressure; one-third of it is added to diastole. This is the standard cuff-based estimate and is accurate at normal heart rates.

When to use it

Worked example

A child has a blood pressure of 90/60 mmHg.

Note how MAP (70) is much nearer the diastolic (60) than the midpoint (75) — the diastolic weighting in action.

Pitfalls

Run it: Mean Arterial Pressure (MAP): The DBP + ⅓(SBP − DBP) Estimate


Decision support for qualified clinicians only — verify against current primary guidelines and your clinical judgement.

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References

Last updated 2026-06-28.

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